Tags: #squares #surfaces #volume #math
"This post generalizes that process to equations of any dimension such as z=f(x,y), w=f(x,y,z) or greater."
http://blog.demofox.org/2017/01/02/incremental-least-squares-surface-and-hyper-volume-fitting/
"This post generalizes that process to equations of any dimension such as z=f(x,y), w=f(x,y,z) or greater."
http://blog.demofox.org/2017/01/02/incremental-least-squares-surface-and-hyper-volume-fitting/
The blog at the bottom of the sea
Incremental Least Squares Surface and Hyper-Volume Fitting
The last post showed how to fit a $latex y=f(x)$ equation to a set of 2d data points, using least squares fitting. It allowed you to do this getting only one data point at a time, and still come up…